SRCC GBO 2011 Question Paper

Question 65

If $$(\log_3 x)(\log_x 2x)(\log_{2x} y) = \log_x x^2$$, then y equals

Solution

Simplifying the expression: $$\ \frac{\ \log\ x}{\log\ 3}\times\ \ \frac{\ \log\ 2x}{\log\ x}\times\ \ \frac{\ \log\ y}{\log\ 2x}$$, which is $$\ \log_3y$$

Now, the RHS of the equation is equal to 2. 

Hence, $$\ \log_3y$$ = 2, or y is 

Share on Whatsapp Share on Whatsapp

SRCC Quant Questions | SRCC Quantitative Ability

SRCC DILR Questions | LRDI Questions For SRCC

SRCC Verbal Ability Questions | VARC Questions For SRCC

Also Read

CAT Mock Tests
CAT 2025 Course
Free CAT Preparation
CAT Questions
CAT Formulas PDF
CAT Study Material
CAT Score vs Percentile
CAT Score Calculator
CAT Percentile Predictor
CAT Sectional Tests
CAT Exam
CAT Prep Videos
CAT Registration
CAT Syllabus 2025
CAT Eligibility Criteria
CAT Admit Card

Free SRCC Quant Questions

cracku

Boost your Prep!

Download App